Solve the problem.You are moving. You need to rent a U-Haul Truck. You call two rental shops. The first shop offers the size of truck you want for $49.95 rental fee and $0.25 per mile. The second shop offers the size of truck you want for $29.95 rental fee and $0.49 per mile. Let f(M) and s(M) represent the cost (in dollars) from the first shop and the second shop, respectively, if you drive M miles.i) Find a linear model for the total cost of renting the truck for each of the shops.ii) How many miles do you need to drive in order for it to be worth renting from the first shop?
What will be an ideal response?
| i) | f(M) = 0.25M + 49.95 and s(M) = 0.49M + 29.95 |
miles.
Mathematics
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